Question

|1 - 4x| > 7

Answer 1

first we do
\[|1 - 4x| > 7 \]\[|1 - 4x| > -7\]

Answer 2

then we take off the absolute values

Answer 3

and make as a normal equation

Answer 4

so it would be \[1−4x>7 \] and \[1−4x>−7\]

Answer 5

then you do the process of subtracting both sides 1 on both equations

Answer 6

so so it would be
\[−4x>6\]
and
\[−4x>-8\]

Answer 7

then you divide both sides

Answer 8

so it would be
\[x<\frac{ 6 }{ -4 }\]
and
\[x<\frac{−8 }{ -4 } \]

Answer 9

then you simplify

Answer 10

\[x<-\frac{ 3 }{ 2 }\]

Answer 11

and

Answer 12

\[x<2\]

Answer 13

hope i helped